Use examples to justify your response to each of the following questions: How can a rational function switch between positive and negative intervals without an x-intercept? . Why is this an important factor to think about when solving an inequality? • How would the intervals of the solution set differ between a polynomial inequality and a rational inequality?

Q: The inequality 1/2x + 3 < 2x - 6 is equivalent to

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Q: discuss the circumstances under which the x-intercepts of the graph of a quadratic function are…

A: We will discuss the case when x intercepts are included and when they are not included as following…

Q: Q1/ Solve one of the following inequalities. Write your answer as an interval or union of intervals.…

A: A. Solution set = (-3,8)

Q: Solve the following rational inequality: 23/44 x-4 x+6 Solve by making a detailed sketch of the…

A: Given: xx+6≥3x-4 To Find: Solve the above inequality and also sketch the graph using a table of…

Q: A sandwich store's weekly revenue is given by the function R(x) = -0.0001 x2 + 3 x. The graph of the…

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